Cylinder A and cylinder B have the same height. Cylinder A has a radius that is twice as long as cylinder B’s. Which statement is true?

A cylinder’s volume is V = πr²h. Since the cylinders have the same height, compare their squared radii: doubling the radius multiplies r² by 2² = 4. Therefore, cylinder A has four times the volume of cylinder B, so the true statement is that its volume is four times as large.

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